L17 application of inclusive fitness examples Flashcards

1
Q

What is Hamilton’s rule?

A

R × b – c > 0, where R = relatedness, b = benefit to recipient’s reproduction, c = cost to actor’s reproduction.

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2
Q

How is Hamilton’s rule expanded for multiple recipients?

A

Σ(Rᵢ × bᵢ) – C > 0, summing each recipient’s relatedness × benefit minus total cost.

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3
Q

How does Hamilton’s rule handle mixed helping and harming?

A

Sum of (R × b) terms minus sum of (R × c) terms > 0, or R₁B – r₂C > 0 when comparing helping vs direct reproduction.

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4
Q

According to Hamilton’s rule, toward whom should cooperative behaviours be directed?

A

Closer relatives (higher R values).

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5
Q

According to Hamilton’s rule, toward whom should harming behaviours be directed?

A

Away from close kin (lower or negative R impact).

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6
Q

What is kin discrimination?

A

The ability to direct behaviours based on recognition of relatives versus non-relatives.

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7
Q

What are the two main kin recognition mechanisms?

A

Genetic cues (e.g., specific alleles or green-beard genes) and environmental cues (e.g., familiarity, shared nest or song dialect).

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8
Q

In long-tailed tits, what choice do helpers make and why?

A

Failed breeders choose to help nests of kin—identified by song similarity—regardless of distance.

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9
Q

What mechanism underlies kin discrimination in long-tailed tits?

A

Environmental cue: chicks learn natal song; helpers use song similarity to recognize kin.

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10
Q

Describe the life‐cycle altruism in social amoebae (slime mould).

A

Under starvation, ~100,000 cells aggregate → migratory slug → fruiting body; ~20% sacrifice to form non-reproductive stalk, elevating kin spores.

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11
Q

Which genes enable kin discrimination in slime mould and how?

A

tgrB1 and tgrC1 encode matching transmembrane proteins—a green‐beard system ensuring cooperation only with identical alleles.

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12
Q

What did field samples of natural fruiting bodies reveal about slime mould relatedness?

A

Fruiting bodies are nearly clonal, showing high relatedness among cooperating cells.

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13
Q

What are the two larval morphs of tiger salamanders and their behaviours?

A

Wild‐type larvae (normal head) and cannibal morph (wide head, sharp teeth) that preys on conspecifics.

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14
Q

How does relatedness influence the emergence of the cannibal morph in tiger salamanders?

A

Cannibal morphs appear more in low‐related (mixed‐family) groups and preferentially prey on cousins over full siblings.

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15
Q

What key prediction of Hamilton’s rule does the tiger salamander study illustrate?

A

Harmful behaviour (cannibalism) is directed away from closest kin.

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16
Q

List the four critical empirical examples of kin discrimination covered.

A

Long-tailed tits (song-based helping), social amoeba (tgr genes in fruiting bodies), tiger salamanders (kin‐dependent cannibalism), plus broad concept of kin discrimination.

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17
Q

What is the empirical goal when testing Hamilton’s rule in nature?

A

To measure R, b, and c in wild populations and test if R × b – c > 0 predicts cooperation.

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18
Q

In empirical tests of Hamilton’s rule, what two fitness‐maximizing options are compared?

A

Helping another brood (inclusive fitness = R × b) versus not helping (direct fitness = r₀ × c₀).

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19
Q

In long‐tailed tits, what is the benefit (b) each helper provides to a focal chick?

A

Each helper increases a chick’s chance of recruiting next year by 0.29.

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20
Q

What is the average relatedness (R) between helpers and breeders in the long‐tailed tit study?

A

R = 0.16 (slightly closer than cousins).

21
Q

How is the cost component (c × r₀) quantified in the long‐tailed tit test?

A

Helping reduces the helper’s own survival, amounting to a 0.48 genetic‐equivalent loss.

22
Q

What conclusion did the long‐tailed tit study reach regarding Hamilton’s rule?

A

Despite R × b (0.16×0.29) being less than 0.48, helpers gain net inclusive fitness by assisting, so Hamilton’s rule is satisfied.

23
Q

Which other taxa have had parameter‐estimation studies confirming R × b exceeds c × r₀?

A

Bees, wasps, various bugs, turkeys, and tiger salamanders.

24
Q

What cooperative trait do some mammalian viruses express?

A

Secretion of interferon‐blocking proteins that protect neighboring virions.

25
Q

What are the measured cost (c) and benefit (b) for viral interferon‐blockers?

A

Cost = 0.4 growth reduction for the producer; benefit = 1.6 growth boost for neighbors.

26
Q

How is the critical relatedness threshold (R*) for viral cooperation calculated?

A

R* = c / b = 0.4 / 1.6 = 0.25.

27
Q

Why does interferon‐blocking evolve by kin selection in viruses?

A

Because viral inocula are largely clonal (R&raquo_space; 0.25), satisfying Hamilton’s rule.

28
Q

What’s the difference between conditional and fixed cooperation strategies?

A

Conditional: help chosen case‐by‐case; Fixed: strategy set early and maintained for life.

29
Q

What does Hamilton’s rule predict about fixed cooperative traits?

A

They evolve tuned to the average relatedness experienced in the species’ evolutionary history.

30
Q

How do “staying together” versus “aggregation” group formations differ?

A

Staying together yields high relatedness (R) and more cooperation; aggregation yields low R and less cooperation.

31
Q

What did Fisher (2013) find regarding staying‐together vs aggregative microbes?

A

Clonal (“staying together”) species show more division of labour and sterile cells; aggregative species show less altruistic specialization.

32
Q

According to Downing (2020), how do family‐based vs aggregative bird cooperators differ in shared paternity?

A

Family‐based cooperators have lower shared paternity (more helpers per breeder) than aggregative cooperators.

33
Q

How does a mating system serve as a proxy for relatedness in groups?

A

Monogamy (single mating) yields high relatedness among nestmates; polyandry (multiple mating) yields lower relatedness (half- or quarter-siblings).

34
Q

What prediction follows from monogamy versus promiscuity regarding cooperation?

A

Species with ancestral monogamy should evolve more cooperation than species with promiscuous mating.

35
Q

In eusocial insects under monogamy, why might a worker help raise siblings instead of reproducing?

A

Full siblings have r = 0.5, equal to r₀ ≈ 0.5 for own offspring, so helping yields inclusive fitness benefits.

36
Q

How does multiple mating change siblings’ relatedness and affect worker decisions?

A

Multiple mating produces half- or step-siblings (r < 0.5), making direct reproduction (r₀ = 0.5) more favorable than helping.

37
Q

Which avian species illustrate variation in extra-pair paternity and cooperative breeding?

A

Seychelles warbler (facultative helpers), white-winged choughs (obligate helpers), puffins (low EPP, no helpers), superb fairy wrens (high EPP, but cooperative).

38
Q

What did the meta-analysis of birds find about promiscuity and cooperative breeding?

A

Cooperative breeders have significantly lower extra-pair paternity rates than non-cooperative breeders.

39
Q

Within cooperative bird species, how does extra-pair paternity affect helper occurrence?

A

The proportion of nests with helpers declines as extra-pair paternity rises.

40
Q

What does phylogenetic reconstruction reveal about monogamy and cooperative breeding?

A

Evolutionary transitions to monogamy typically precede the origin of cooperative breeding.

41
Q

In which lineages is true eusociality found only when ancestry is monogamous?

A

Eusocial shrimps, bees, and ants all evolved sterile castes in ancestrally monogamous lineages.

42
Q

What did Griffin (2004) demonstrate about β-lactamase secretion in bacteria?

A

In high-R populations (single-clone founders), cooperators fix over generations; in low-R (mixed founders), cooperators go extinct.

43
Q

How do microbial public-goods experiments support Hamilton’s rule?

A

They show that higher relatedness favors the maintenance of costly cooperative traits, while low relatedness leads to collapse of cooperation.

44
Q

How can population genetics reveal signatures of cooperation?

A

By comparing nucleotide diversity: cooperative-gene loci show elevated polymorphism and weaker fixation of beneficial mutations than private-gene loci.

45
Q

Why are cooperative genes under weaker selection than private genes?

A

Because benefits accrue to relatives (diluted benefit to the producer), making it harder for cooperative alleles to fix.

46
Q

How can a high benefit-to-cost (b/c) ratio drive cooperation at low relatedness?

A

When b/c is large, the net gain (b − c) can favor cooperation even if R is near zero.

47
Q

Give an example of cooperation evolving at low relatedness due to high b/c.

A

Algae form non-kin aggregates to avoid predation because the survival benefit outweighs the low relatedness cost.

48
Q

What types of cooperation can evolve without kinship?

A

Mutualisms (between species) and low-cost behaviours (e.g., grooming in primates).

49
Q

Beyond cooperation, what else does inclusive fitness theory predict?

A

Sex-ratio biases (e.g., fig wasp clutches), worker-policing, and other social traits driven by relatedness.